Each problem is worth 2 points.

1. Do Stewart 14.4 #4.

2. Do Stewart 14.4 #8.

3. Do Stewart 14.4 #16.

4. Do Stewart 14.5 #8.

5. Do Stewart 14.5 #20.

6. Do Stewart 14.5 #28.

7. Do Stewart 14.6 #6.

8. Do Stewart 14.7 #18.

9. Do Stewart 14.7 #20.

10. In class we concluded that in the vector field F(x,y) = -yi + xj the line integral around a counterclockwise circle of radius R centered at the origin is 2R². Show what happens if the circle is not centered at the origin.